If you read this problem:

"An urn contains n balls, one of which is special. If k of these balls are withdrawn one at a time, with selection being equally likely; what is the probability that the special ball is chosen?"

And have no idea of what it means but would like to know. Then this course is for you.

This class, which I am republishing with this updated introduction, will cover basics of probability and statistics, using various books and own original material and interpretation Ross Introduction to probability, Larson and Farber Introduction to Statistics - for the beginner, both materials work in conjunction, one is a questioning philosophical book, the other is a practical working approach, joining the inspiring and practical language, for the beginner the books can form a dependant study. In the same spirit, this course is meant to be a very friendly and what this person learned and hope for the student, the only true sage way to learn these subjects, which is the fun and simple way - therefore we take an intellectual dive, head first in Counting, Permutations, Discrete Probabilities, Poisson, Binomial and Normal Distributions.

The format is intended to be much like the books that have inspired it, that is a practical working and philosophical questioning side through short lectures, quizzes and the extras.